Top tutors from ASU and other respected universities serving the Phoenix metro area. 98% satisfaction rate
Award Winning Private Math Tutoring in Phoenix, AZ
We require the most rigorous qualifications from Math tutors, in addition to a background check.
Tutors deliver personally tailored Math lessons in a one-on-one setting.
We offer an unparalleled satisfaction guarantee with your Phoenix Math tutors.
Math Tutoring in Phoenix, AZ
Customized private in-home and online tutoring
Experience Math tutoring by highly credentialed tutors in Phoenix, AZ. Top tutors will help you learn Math through one-on-one tutoring in the comfort of your home, online, or any other location of your choice.
Selected Math Tutors in Phoenix, AZ
These Math tutors are exceedingly qualified to help you reach your goals. They come from such prestigious universities as MIT, Stanford, UChicago, Yale, Harvard, UPenn, Notre Dame, Amherst, UC Berkeley, Northwestern, Rice, Columbia, WashU, Emory, Brown, Johns Hopkins, Vanderbilt, UNC, Michigan, UCLA, and many other top programs.
Arizona State University - Psychology
Arizona State University - Electrical Engineering
Colorado School Of Mines - Math & Computer Science
Arizona State University - Mathematics
How your tutor helps you master: Math
DETERMINING MATH OBJECTIVES
Our educational director will build your personal Math learning profile, including strengths and weaknesses.
Your tutor will evaluate your current Math abilities, with an eye toward places where you can improve.
PERSONALLY DESIGNED LESSONS
Personalized instruction will teach you how to address your weaknesses, polish your strengths, and succeed.
Recent Tutoring Session Reviews
We discussed a new technique for solving word problems using ratios. We first reviewed how to identify and express ratios in word problems, then practiced finding the ratio to the whole using the ratio of the parts. We worked through several problems to practice this method.
This session consisted of working on two review problem sets/quizzes given out by the student's teacher. Subjects included: the fundamental theorem of calculus trigonometric substitution, initial value problems, u substitution, and average function value. I am genuinely pleased with the student's progress - he has reached a point where he is able to handle nearly all the material we have covered so far - and faced with problems he is unsure of, he has methodical approach of trying different integration techniques until he finds the correct one.
The student and I worked on multi-step equations today. I suggested that she do her scratch work on the side and keep the area below the equation clear for only the next step of the equation. I think this will help her teacher and me be better able to figure out how she is thinking through these problems.
We focused on solving problems with rational exponents. We first went over the rules of indices and then we solved some of the problems that the student was given for homework. Throughout the session I realized that he had a problem with fractions and I went over the basic concepts with him.
The student and I first worked on her math homework which involved finding the area and circumference of a circle. We reviewed on the different parts of a circle (diameter, radius, pi), and then proceeded to do at least ten practice problems. After that, we went over her homework on polyhedrons/3D shapes. She was very comfortable with counting vertices, edges and faces, and naming the shapes, so we moved on to her English paper where we reviewed and revised her paper on mythology.
We went over her review packet for her test on logs, then we went through her homeworks and notes on logs. She's really getting the hang of expanding and simplifying logs, and solving equations that use logs. She feels confident for her test.
We have progressed through to chapter 3 of the algebra test prep book we have been working through. She is very bright and understands most of the topics but psyches herself out. This is where I am helping her to feel more confident in her skills so that she doesn't lose points on a test because her nerves got in the way.
We went over completing the square, factoring and graphing quadratic equations, as well as solved for the vertex and x and y intercepts. We also worked on some more inequality problems and graphing and shading the correct regions.
The student and I reviewed for the exam. We did several problems sets until he got 100%. We then studied for his test on coordinate geometry (i.e. rotation, dilation, and translation of shapes).
This was more of a practice on taking the definite and indefinite integrals. We took a few problems out of the textbook and did them together. For each integral problem, I made sure that the student understood each step and I was happy to hear that he is getting something out of these tutoring sessions.
During our first session, the student and I started on his bulky finals review packet. We stopped at rational functions and made a study sheet for graphing them, including intercepts, asymptotes, holes, and crossings.
How can a Math tutor help you?
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